Cayuga Construction Corp. v. Vanco Engineering Co.
This text of 423 F. Supp. 1182 (Cayuga Construction Corp. v. Vanco Engineering Co.) is published on Counsel Stack Legal Research, covering District Court, W.D. Pennsylvania primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
OPINION
SNYDER, District Judge.
I. BACKGROUND
After non-jury trial in this breach of contract action, judgment will be entered for the Defendant, Vaneo Engineering Company [Vaneo], Vaneo mailed identical proposals to eight construction firms, including *1183 the Plaintiff, who were possible bidders on a highway project to be built in the City of Baltimore and therefore might require bridge deck forms. Their proposal (set forth in full as Addendum I), dated April 19, 1974, quoted a price for material of $246,000.00, plus an alternate additional sum of $9,200.00 for supplemental material, such materials to be “as per Maryland Department of Transportation, State Highway Administration requirements” and to be furnished and delivered “F.O.B. Fabricator’s Shop with truck freight allowed to nearest accessible point to job site.” The price did not include a 4% Maryland State sales tax. The alternate bid attached to the proposal also included the phrase “THE ABOVE PRICES ARE FIRM FOR SHIPMENT OF MATERIAL PRIOR TO JUNE 30, 1975. ANY MATERIAL SHIPPED TO THE JOB SITE AFTER JUNE 30,1975, IS SUBJECT TO ESCALATION.” Also, “THIS PROPOSAL IS SUBJECT TO WRITTEN ACCEPTANCE BY THE BUYER WITHIN THIRTY (30) DAYS FROM THE DATE OF SAME PROPOSAL.”
The Plaintiff, a joint venture of Cayuga Construction Corporation, Caycon Construction Co., Inc., and Atlas Machine & Iron Works, Inc. [hereinafter Cayuga], used this Vaneo proposal in their successful bid on the Baltimore highway project.
Vaneo was a material supplier of steel and related metal products for the building industry and had close ties with Graneo Steel Products Company (Graneo), which was a unit of National Steel Corporation with offices in Houston, Texas, and fabricating facilities in Delanco, New Jersey, near Philadelphia. Vanco’s proposal was based on a bid from Graneo, subject to Vanco’s acceptance within 30 days from April 19th, so that in this instance Vaneo would have purchased the forms from Graneo and resold them to Cayuga.
On April 29, 1974, the President of Cay-con called Granco’s District Office in New York, and David L. Mekeel III, General Sales Manager of Vaneo, returned the call to answer an inquiry as to what the escalation figure would be on the Vaneo proposal for delivery after June 30,1975. It is noted that this telephone call was made five days after the City of Baltimore bid closing date of April 24, 1974. Mekeel gave a quotation of “5% per quarter or every 3 months after June 30, 1975 delivery”. On May 9, 1974, Mr. Patchett of Cayuga inquired of Mekeel if the 30 day acceptance time was firm and Mekeel told him that it was. Patchett also inquired about some technical matters as to whether the bid included shop drawings and where the materials were to be fabricated. Patchett further inquired if Vaneo could store the materials at their shop to avoid paying the escalation and Mekeel advised that they could not. On May 10th, Donald Unbekant, General Manager of Cayuga, called and repeated some of the same questions and asked Mekeel for the names of erectors. On May 15, 1974, Unbekant telephone Mekeel “that he had decided to accept” the Vaneo proposal and that a letter of intent would be coming. Mekeel insisted it must be received by May 19th. Vaneo then telegraphed acceptance of the Graneo proposal on May 15th but shortly thereafter, on the same date, was notified by Graneo that it could not deliver the steel at the proposed price. Vaneo did nothing to notify Cayuga of Granco’s notice at that time.
Four days later, on May 21st, Mekeel called Cayuga and informed them that he couldn’t do the job for the price quoted. On May 24, 1974, Unbekant, for Cayuga, again wrote Vaneo of the acceptance of the original offer (Addendum II), acknowledged receipt of the telephone call of May 21st that Vaneo would not honor the original bid and notified Vaneo that they would be held responsible for any loss, cost, expense or damage flowing from their failure to honor the contract. About three or four weeks later, another telephone conversation was had between Unbekant and Mekeel at which time Mekeel asked for an additional 15% increase in price, and additionally any escalation in price in effect at the time of shipment.
Instead, Cayuga subsequently went to Buffalo Bridge Service and secured a contract for material and erection in the *1184 amount of $434,400.00, as opposed to Van-co’s proposal of $255,200.00 for material alone, and sought damages here of $21,-819.45 as the increased cost to them over the materials bid of Vaneo.
It is the Defendant’s position that the Plaintiffs failed to accept their bid within the time specified, that Plaintiffs’ purported acceptance was conditional and thus ineffective, and that the Plaintiffs have failed to prove their damages.
II. THE PROPOSAL AND ACCEPTANCE
The Plaintiff contends that it sent to the Defendant a written acceptance, mailed May 17, 1974, in full compliance with the requirements of the proposal.
Under the general rule that the place of contract is the place where the last act necessary to the completion of the contract was done, the New York Plaintiff’s letter accepting the foreign Defendant’s offer, which is effective upon its dispatch in New York, makes New York the place of contract. Product Promotions, Inc. v. Cousteau, 495 F.2d 483 (5th Cir. 1974); Berkshire Engineering Corp. v. Scott-Paine, 29 Misc.2d 1010, 217 N.Y.S.2d 919 (1961); § 97 Williston on Contracts, 3d ed. Vol. 1, p. 358. Thus, in the instant case as counsel agreed, we will determine the effect of the written acceptance under New York law.
The offer required written acceptance by the buyer within 30 days. Where an offer does not specify the manner in which the offeree must communicate its acceptance, mailing of the notice of acceptance completes the contract. United States v. Sabin Metal Corporation, 151 F.Supp. 683 (1957), aff’d 253 F.2d 956 (2d Cir. 1958). Cf. Krawez v. Stans, 306 F.Supp. 1230 (E.D.N.Y.1969).
The evidence is clear that an acceptance was in fact mailed to, and received by Vaneo. Vaneo produced the envelope attached to the May 17th letter, which is postmarked May 21, 1974, two days after the offer had expired. 1 But Unbekant testified (Tr. pp. 75, 79-80):
“A Well, this [the letter of May 17th] is the writtin [sic] acceptance of his offer.
Q And what date was it sent from your offices?
A May 17.
Q And to who [sic] was it directed?
A Mr. David Mekeel of Vaneo Engineering Company.” ******
“Q . Now, we are up to the point where you had spoken with Mr. Mekeel on May 15 and told him you were accepting it, but he told you he needed a written acceptance, is that correct?
A Yes, sir.
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OPINION
SNYDER, District Judge.
I. BACKGROUND
After non-jury trial in this breach of contract action, judgment will be entered for the Defendant, Vaneo Engineering Company [Vaneo], Vaneo mailed identical proposals to eight construction firms, including *1183 the Plaintiff, who were possible bidders on a highway project to be built in the City of Baltimore and therefore might require bridge deck forms. Their proposal (set forth in full as Addendum I), dated April 19, 1974, quoted a price for material of $246,000.00, plus an alternate additional sum of $9,200.00 for supplemental material, such materials to be “as per Maryland Department of Transportation, State Highway Administration requirements” and to be furnished and delivered “F.O.B. Fabricator’s Shop with truck freight allowed to nearest accessible point to job site.” The price did not include a 4% Maryland State sales tax. The alternate bid attached to the proposal also included the phrase “THE ABOVE PRICES ARE FIRM FOR SHIPMENT OF MATERIAL PRIOR TO JUNE 30, 1975. ANY MATERIAL SHIPPED TO THE JOB SITE AFTER JUNE 30,1975, IS SUBJECT TO ESCALATION.” Also, “THIS PROPOSAL IS SUBJECT TO WRITTEN ACCEPTANCE BY THE BUYER WITHIN THIRTY (30) DAYS FROM THE DATE OF SAME PROPOSAL.”
The Plaintiff, a joint venture of Cayuga Construction Corporation, Caycon Construction Co., Inc., and Atlas Machine & Iron Works, Inc. [hereinafter Cayuga], used this Vaneo proposal in their successful bid on the Baltimore highway project.
Vaneo was a material supplier of steel and related metal products for the building industry and had close ties with Graneo Steel Products Company (Graneo), which was a unit of National Steel Corporation with offices in Houston, Texas, and fabricating facilities in Delanco, New Jersey, near Philadelphia. Vanco’s proposal was based on a bid from Graneo, subject to Vanco’s acceptance within 30 days from April 19th, so that in this instance Vaneo would have purchased the forms from Graneo and resold them to Cayuga.
On April 29, 1974, the President of Cay-con called Granco’s District Office in New York, and David L. Mekeel III, General Sales Manager of Vaneo, returned the call to answer an inquiry as to what the escalation figure would be on the Vaneo proposal for delivery after June 30,1975. It is noted that this telephone call was made five days after the City of Baltimore bid closing date of April 24, 1974. Mekeel gave a quotation of “5% per quarter or every 3 months after June 30, 1975 delivery”. On May 9, 1974, Mr. Patchett of Cayuga inquired of Mekeel if the 30 day acceptance time was firm and Mekeel told him that it was. Patchett also inquired about some technical matters as to whether the bid included shop drawings and where the materials were to be fabricated. Patchett further inquired if Vaneo could store the materials at their shop to avoid paying the escalation and Mekeel advised that they could not. On May 10th, Donald Unbekant, General Manager of Cayuga, called and repeated some of the same questions and asked Mekeel for the names of erectors. On May 15, 1974, Unbekant telephone Mekeel “that he had decided to accept” the Vaneo proposal and that a letter of intent would be coming. Mekeel insisted it must be received by May 19th. Vaneo then telegraphed acceptance of the Graneo proposal on May 15th but shortly thereafter, on the same date, was notified by Graneo that it could not deliver the steel at the proposed price. Vaneo did nothing to notify Cayuga of Granco’s notice at that time.
Four days later, on May 21st, Mekeel called Cayuga and informed them that he couldn’t do the job for the price quoted. On May 24, 1974, Unbekant, for Cayuga, again wrote Vaneo of the acceptance of the original offer (Addendum II), acknowledged receipt of the telephone call of May 21st that Vaneo would not honor the original bid and notified Vaneo that they would be held responsible for any loss, cost, expense or damage flowing from their failure to honor the contract. About three or four weeks later, another telephone conversation was had between Unbekant and Mekeel at which time Mekeel asked for an additional 15% increase in price, and additionally any escalation in price in effect at the time of shipment.
Instead, Cayuga subsequently went to Buffalo Bridge Service and secured a contract for material and erection in the *1184 amount of $434,400.00, as opposed to Van-co’s proposal of $255,200.00 for material alone, and sought damages here of $21,-819.45 as the increased cost to them over the materials bid of Vaneo.
It is the Defendant’s position that the Plaintiffs failed to accept their bid within the time specified, that Plaintiffs’ purported acceptance was conditional and thus ineffective, and that the Plaintiffs have failed to prove their damages.
II. THE PROPOSAL AND ACCEPTANCE
The Plaintiff contends that it sent to the Defendant a written acceptance, mailed May 17, 1974, in full compliance with the requirements of the proposal.
Under the general rule that the place of contract is the place where the last act necessary to the completion of the contract was done, the New York Plaintiff’s letter accepting the foreign Defendant’s offer, which is effective upon its dispatch in New York, makes New York the place of contract. Product Promotions, Inc. v. Cousteau, 495 F.2d 483 (5th Cir. 1974); Berkshire Engineering Corp. v. Scott-Paine, 29 Misc.2d 1010, 217 N.Y.S.2d 919 (1961); § 97 Williston on Contracts, 3d ed. Vol. 1, p. 358. Thus, in the instant case as counsel agreed, we will determine the effect of the written acceptance under New York law.
The offer required written acceptance by the buyer within 30 days. Where an offer does not specify the manner in which the offeree must communicate its acceptance, mailing of the notice of acceptance completes the contract. United States v. Sabin Metal Corporation, 151 F.Supp. 683 (1957), aff’d 253 F.2d 956 (2d Cir. 1958). Cf. Krawez v. Stans, 306 F.Supp. 1230 (E.D.N.Y.1969).
The evidence is clear that an acceptance was in fact mailed to, and received by Vaneo. Vaneo produced the envelope attached to the May 17th letter, which is postmarked May 21, 1974, two days after the offer had expired. 1 But Unbekant testified (Tr. pp. 75, 79-80):
“A Well, this [the letter of May 17th] is the writtin [sic] acceptance of his offer.
Q And what date was it sent from your offices?
A May 17.
Q And to who [sic] was it directed?
A Mr. David Mekeel of Vaneo Engineering Company.” ******
“Q . Now, we are up to the point where you had spoken with Mr. Mekeel on May 15 and told him you were accepting it, but he told you he needed a written acceptance, is that correct?
A Yes, sir.
Q And thereafter you sent Plaintiffs’ Exhibit 9 to Mr. Mekeel, which you mailed from your office, you said, on May 17, is that correct?
A Yes, sir.”
No further testimony was offered on the mailing.
In the case of William Gardam & Son v. Batterson, 198 N.Y. 175, 91 N.E. 371 (1910), the New York Court stated the rule as follows:
“There was no proof of an actual deposit of the originals in the post office, and there was no sufficient proof of a course of office practice or of business, from which a presumption might be legally indulged, that the letters had been carried to the post office and that they, therefore, had been received in due course of the mails . . .”
******
“. • . where the question is whether a letter was sent by mail at a certain time, in the absence of any evidence as to its being deposited with the post office authorities, . . . the proof shall es *1185 tablish the existence of a course of business or of office practice, according to which it naturally would have been done.”
And in Uni-Serv Corp. v. Frede, 50 Misc.2d 823, 271 N.Y.S.2d 478 (1966), the Court stated:
“[The defendant could not possibly have knowledge of the claimed mailing . . . The facts as to the. claimed mailing are peculiarly within the plaintiff’s knowledge, and the proof as to whether plaintiff mailed the card — even if assumed [contrary to fact] undenied— would present a fact issue for [the Court's] determination.”
In this case, it cannot be argued that the evidence established was sufficient for the Plaintiff to obtain the benefit of the mailing rule to show acceptance within the time required. Since the burden on this issue fell to the Plaintiff and this Court finds against him on that point as far as the letter of May 17th is concerned, there was no timely acceptance.
III. THE PROMISSORY ESTOPPEL CONTENTION
Plaintiffs in this case strongly argue that even if they did not prove timely acceptance under traditional contract principles, the doctrine of promissory estoppel entitles them to recover their damages. In substance they argue that Mekeel admitted that the Vaneo proposal was submitted to the Plaintiffs and other general contractors for the purpose of bidding on the project. He stated he intended the Plaintiffs to rely on the proposal (Tr. p. 192) and he was aware long before May 19, 1974 that the Plaintiffs had been awarded the contract for the project and that they they would be completing the same (Tr. p. 159). Mekeel further testified that as of May 15, 1974, it was understood in various conversations between the Defendant and the Plaintiffs that the Defendant was to supply the requested contract for materials, and based thereon, the Defendant immediately took steps to obtain the necessary material by accepting the Graneo bid. The Plaintiffs admit that promissory estoppel is an equitable doctrine which may be used by the courts in those instances where the terms of the agreement are not specific, or no time is specified, or the offeror attempts to withdraw the offer prior to formal acceptance.
In Section 89(B)(2) of Contracts Restatement of the American Law Institute (Tentative Draft No. 2,1965) it is provided:
“An offer which the offeror should reasonably expect to induce action or forbearance of a substantial character on the part of the offeree before acceptance and which does induce such action or forbearance is binding as an option contract to the extent necessary to avoid injustice.”
Here, however, the doctrine does not apply. The bid proposal called for written acceptance on or before May 19, 1974, and the Defendant could not have reasonably expected that this offer would induce any action by Plaintiffs in reliance on the offer being held open beyond that date. The Plaintiffs failed to prove a timely acceptance; so the offer merely expired. The doctrine of promissory estoppel was never intended to overcome the fundamental contract principle that there must be an offer and acceptance before a contract can be created, and it avails the Plaintiffs no remedy here.
IV. THE CONDITIONAL ACCEPTANCE
The Defendant strongly urges that even if the Court had found acceptance to have been mailed within the proper time or applied the doctrine of promissory estoppel, that there was never an unqualified acceptance of its proposal. Defendant points to Anderson’s Treatise 2 addressing Section 2-201 of the Uniform Commercial Code adopted by both Pennsylvania and New York which provides:
*1186 “If the writing indicates that such contract as there may be is subject to a condition precedent but does not indicate whether such condition has been satisfied, the writing is not sufficient. Thus a writing which indicates that any transaction between the parties does not constitute a contract until the contingencies have been satisfied, whether in terms of acts of a party thereto or of third persons, the writing is not sufficient.”
As noted previously, the Cayuga acceptance included the language “subject to award, notice to proceed and your approval as supplier by the Baltimore City . we will accept your offer . . ..”
However, under the testimony in the instant case the original bid proposal sent out by Vaneo was in connection with the Baltimore City Project and Vaneo well knew that its bid was subject to approval by Baltimore City insofar as being a supplier was concerned. It cannot then be said that the acceptance was subject to conditions not contemplated by the bidder.
Thus, though not necessary to this Opinion because of our previous finding that acceptance was not finally made, we want to make it clear that we do not find that the acceptance was conditional or was not a full compliance with the offer in other respects.
V. THE PLAINTIFFS FAILED TO PROVE THE DAMAGES
The Defendant had also strongly urged that because of the actions of the Plaintiffs in securing a supplier of the metal who also did the erecting as compared to the Defendant’s contract to only supply the metal, and because of further failure to prove the difference in the substituted contract with Buffalo Bridge Services, that the Plaintiffs had also failed to provide any basis for the damages that they were claiming.
It is noted that the Plaintiffs only contacted one other supplier to replace the Vaneo material before entering into a subcontract agreement with Buffalo Bridge Services even though they were informed on May 21st that Vaneo would not supply the material and the actual start up date was to be between June 21st and July 8th. But it is true that Unbekant arrived at his final figure of damages through the process of calculation. His figure provided a reasonable basis for damages and would have formed a basis for a verdict for the Plaintiffs based upon a sufficient degree of proof had there been a contract acceptance to start with.
Because there was no timely acceptance of the contract in the instant situation, judgment must be entered for the Defendant.
VI. DEFENDANT’S MOTION TO DISMISS
The above Opinion will also constitute the reasons of the Court for the denial of the Defendant’s Motion to Dismiss (on grounds that the Plaintiffs failed to prove a cause of action under the law and the evidence of the case, and that the Plaintiffs’ proof failed to show a timely acceptance of the Defendant’s offer to enter into a contract for the purchase of the material) and judgment will be entered for the Defendant.
The foregoing shall constitute the Court’s Findings of Fact and Conclusions of Law as required by Rule 52, Federal Rules of Civil Procedure, and an appropriate Order will be entered.
ADDENDUM I to follow.
*1187
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" 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" width="1656"/>
*1190
. We are not required in this case to determine whether the telephone call from Unbekant to Mekeel on May 15th was an acceptance, for admittedly Mekeel told Unbekant that he would have to have a written acceptance by May 19th as required by the original bid. (Tr. p. 74).
. Vol. 1, Anderson, R., Uniform Commercial Code, p. 265, § 2-201:22(d), Second Edition, 1970.
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Cite This Page — Counsel Stack
423 F. Supp. 1182, Counsel Stack Legal Research, https://law.counselstack.com/opinion/cayuga-construction-corp-v-vanco-engineering-co-pawd-1976.